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Performance evaluation of output analysis methods in steady-state simulations

机译:稳态仿真中输出分析方法的性能评估

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Output analysis methods of steady-state simulations have extensively been subject of study to evaluate the performance when estimating the mean. However, smaller efforts have been placed on performance evaluation of these methods to estimate variance and quantiles. In this paper, we empirically evaluate the performance of output analysis methods based on multiple replications and batches to estimate mean, variance and quantile with the same set of data. The evaluation of the performance of the methods is based on the empirical coverage of the true value using confidence intervals, the average bias, relative error and mean squared error. The methods are applied to estimate the average, variance and quantiles of waiting time in an M/M/1 queue. The results show that the methods based on non-overlapping batches perform consistently well in all the metrics. The performance of the other methods varies depending on the metric and the parameters of the simulation. In addition, we provide another example of a non-geometric ergodic Markov chain to show that asymptotically valid confidence intervals for quantiles can be obtained using batches and replications. (C) 2016 Elsevier B.V. All rights reserved.
机译:稳态模拟的输出分析方法已成为研究评估平均值时性能的广泛研究对象。但是,已经在这些方法的性能评估上进行了较小的努力,以估计方差和分位数。在本文中,我们基于多个重复和批处理以经验评估输出分析方法的性能,以估计具有相同数据集的均值,方差和分位数。对方法性能的评估基于使用置信区间,平均偏差,相对误差和均方误差对真实值的经验覆盖。该方法适用于估计M / M / 1队列中等待时间的平均值,方差和分位数。结果表明,基于非重叠批次的方法在所有指标中均表现良好。其他方法的性能取决于度量和模拟参数而有所不同。此外,我们提供了非几何遍历马尔可夫链的另一个示例,以证明可以使用批处理和复制来获得分位数的渐近有效置信区间。 (C)2016 Elsevier B.V.保留所有权利。

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